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Product Description
Product Description
Comprehensive, elementary introduction to real and functional analysis. Self-contained, readily accessible to those with background in advanced calculus. Cover basic concepts and introductory principles in set theory, metric spaces, topological and linear spaces, linear functionals and linear operators, much more. 350 problems. Language Notes Text: English, Russian (translation)
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Customer Reviews
Most Helpful Customer Reviews
18 of 19 people found the following review helpful
Format:Paperback
I reciently graduated with a degree in math and physics. I liked this subject matter of this book for two reasons. First it is a good extension of the analysis I learned as an undergraduate. Second it puts the math(functionals, opperators, ...) used in physics classes such as quantum mechanics on a firm base. It also treats modestly applied problems such as existance and uniqueness of diff eq's which I have not seen in the limited number of other texts I have perused. I found the text to be extremely readable as far as intermediate analisys texts go. I highly recomend this to anyone with some background in analisys, or to physics students who want to know more about the math they use.
15 of 16 people found the following review helpful
Format:Paperback
Don't let the title fool you. This book will take you from sophomore real analysis through the first year of graduate analysis, covering set theory, topology, functionals, integration, and differentiation. This stands out as one of the best math books on my shelf.
2 of 2 people found the following review helpful
Format:Paperback
I dealt with Functional Analysis while attending a Mathematical Engeneering faculty, so my background was close to the one of an applied mathematician. This book was awesome in introducing to an almost completely new field. Clear and accessible and a good reference still today.
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Most Recent Customer Reviews
AWSOME BOOK
Being a mathematician, I will highly recommend this book to anyone who have studied calculus and wants to move on pure maths.
Published 25 days ago by Riz
Good introductory book
The book is generally good. However, it has several mistakes, sometimes in the definitions, sometimes in the proofs. Read more
Published 19 months ago by Guillermo
Read this book...
... it is a must if you want to get an excellent introduction to the subject.
Published on 16 July 2008 by Takis Konstantopoulos
Reading this book...
...is like staring at a painting of Rembrandt.
Published on 25 Jan 2005 by Giacomo Bruzzo
A great book by one of 20th century's greatest mathematician
you rarely get a chance to read an introductary text by a master, Kolmogorov is one of 20th century's greatest mathematician, who is solely responsible for the foundatioin of... Read more
Published on 14 Dec 1999
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